View source for Dynamical Systems & Scientific Computing - Summer13


{{Lecture
| term = Summer 12
| lecturer = [[Dr. rer. nat. Tobias Neckel]], [http://www-m8.ma.tum.de/m8/personen/rupp/  Dr. rer. nat. Florian Rupp]
| timeplace = probably: Monday 14:00-15:30, Wednesday 14:00-15:30; room 02.07.023 <!--Kick-off meeting: 31.01.2012, 17:00, room 02.07.023-->
| credits = 6 SWS / 9 Credits
| audience = CSE, Mathematics (Master/Diplom), Informatics (Master/Diplom);  Modul [http://drehscheibe.in.tum.de/myintum/kurs_verwaltung/cm.html?id=IN2251 IN2251]; 
| tutorials = probably: Friday 10:00-11:30; room 02.07.023
| tumonline = [https://campus.tum.de/tumonline/lv.detail?cperson_nr=82150&clvnr=950093937 Dynamical Systems & Scientific Computing]
| exam = t.b.a.<!--Monday, July 23, 11:00 - 13:00, in room MW 1250; 2 single DIN A 4 pages of handwritten notes are allowed-->
}}

== News ==
<!--* The exam review will take place on August 2, 2012, 16:30 - 17:00 in room 02.07.023.
* For the exam (details above), only 2 single DIN A 4 pages of handwritten notes are allowed (i.e. 1 sheet written on both sides or 2 single-written sheets). Make sure to really write them on your own (copies are not allowed).
* The solution of exercise 4 is now online.
* Exercise 4 is now online.
* The solution of exercise 3 is now online.
* Exercise 3 is now online.
* The solution of exercise 2 is now online.
* [http://www5.in.tum.de/lehre/dynsys_sc/2013/Zeitplan_v04en.pdf Updated schedule] of the course
* Starting time of the seminars and exercises: 
** Monday/Wednesday: 14:00 sharp (end 15:30)
** Friday: 10:00 sharp (end 11:30)
-->
* The slides and schedule presented at the kick-off meeting are online (see below).
* NOTE: The room for the kick-off meeting has changed: room 03.10.011
* The kick-off meeting will take place on January 31, 2013, at 17:00 in room 03.10.011

== Presentations ==
<!--Please find the material concerning the talks in the [http://www5.in.tum.de/lehre/dynsys_sc/2013/restricted/ restricted area]. -->

== Exercises ==
t.b.a.

== Survey ==

"Dynamical Systems & Scientific Computing" introduces the theory and numerics of randomly disturbed differential equations from the point of view of both Dynamical Systems and Scientific Computing. This course has recently been developed within the [http://portal.mytum.de/studium-und-lehre/lehrpreise/ernst_otto_fischer_lehrpreis.html Ernst Otto Fischer prize] for lecturing of the TUM and is designed as a seminar with a dedicated workshop part supplemented by exercises and some few lectures. The course is open (and meant for) students of mathematics as well as informatics and CSE: This interesting combination of different backgrounds will allow for fruitful discussion and solution approaches.

http://www5.in.tum.de/lehre/dynsys_sc/2013/pics/Skizze_engl_scaled.png

The focus of this course is on the student-centred approach to the topics during the seminary part. In the 3-day workshop, the participants apply their kowledge to a specific problem on earthquake responses in multi-storey buildings. 
Most parts of the so-called simulation pipeline are, thus, tackled in a hands-on approach:

* Theory
* Modelling
* Numerics & Algorithms	
* Implementation & Data Structures
* Visualisation
* Verification & Validation

The major innovative element of this course is the workshop: The task is to realise a small software product in matlab. The participants will experience (parts of) the challenges and requirements of interdisciplinary projects in academia and industry.


== Content ==
The seminary talks are chosen from the following topics. Details have been discussed during the kick-off meeting on January 31, 2013, at 17:00 in room 03.10.011 (cf. [http://www5.in.tum.de/lehre/dynsys_sc/2013/slides_kickoff.pdf slides of the kick-off meeting] and  [http://www5.in.tum.de/lehre/dynsys_sc/2013/schedule.pdf proposed schedule]).


===Topics===
Here is an ordered list of topics (short titles) with the info whether the topic is already assigned to a participant or still available:
*1 : RDE Formulation <!--(assigned)-->
*2 : ODE Theory 
*3 : Deterministic Dynamical Systems 
*4 : Stability of Matrices 
*5 : Shadowing Lemma 
*6 : RDE Theory 1 
*6b: RDE Theory 2 
*7 : RDE Simulation 
*8 : RDE Stability 
*9 : Material Laws
*10: PDE Formulation of RDE 
*11: ODE Simulation 
*12: Visualisation Principles 
*13: Fourier Transform 
*14: Discrete Sine Transform
*15: Space-filling Curves 
*16: Software Engineering 
<!--*16b: (Propagation of Oscillations)-->